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Equivalent differential computation of the elastic moduli of randomly short-fiber reinforced composite

机译:随机短纤维增强复合材料弹性模量的等效差分计算

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An equivalent differential formulation in combination with the inclusion theory and the self-consistent scheme for infinite body has been proposed in this paper for prediction of the overall elastic moduli of three-dimensional randomly short-fiber reinforced composites. The numerical calculation to the coupled non-linear differential equation group shows the algorithmic reasonableness and applicability to the larger volume-fraction situation of short fibers in a matrix.
机译:本文提出了一种与包含理论和无限体的自给式体的自给式方案的等效差分制剂,用于预测三维随机短纤维增强复合材料的总弹性模量。耦合非线性微分方程组的数值计算显示了矩阵中短纤维的较大体积分数情况的算法合理性和适用性。

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